multivariate

As adjectives the difference between multiple and multivariate

is that multiple is multiple while multivariate is having or involving multiple variables.

As a noun multivariate is

(mathematics) a vector, each of whose elements is a variate.

As adjectives the difference between multivariate and undefined

is that multivariate is having or involving multiple variables while undefined is lacking a definition or value.

As a noun multivariate

is (mathematics) a vector, each of whose elements is a variate.

As adjectives the difference between multivariate and uncertain

is that multivariate is having or involving multiple variables while uncertain is not certain; unsure.

As a noun multivariate

is (mathematics) a vector, each of whose elements is a variate.

In mathematics terms the difference between multivariant and multivariate

is that multivariant is multivariate while multivariate is a vector, each of whose elements is a variate.

As adjectives the difference between multivariant and multivariate

is that multivariant is characterised by multiple variables while multivariate is having or involving multiple variables.

As a noun multivariate is

a vector, each of whose elements is a variate.

As adjectives the difference between multivariable and multivariate

is that multivariable is concerning more than one variable while multivariate is having or involving multiple variables.

As a noun multivariate is

a vector, each of whose elements is a variate.

As adjectives the difference between multifactorial and multivariate

is that multifactorial is involving, or controlled by multiple factors while multivariate is having or involving multiple variables.

As a noun multivariate is

a vector, each of whose elements is a variate.

As nouns the difference between taxonomy and multivariate

is that taxonomy is the science or the technique used to make a classification while multivariate is (mathematics) a vector, each of whose elements is a variate.

As an adjective multivariate is

having or involving multiple variables.

In mathematics|lang=en terms the difference between multivariate and polyspectrum

is that multivariate is (mathematics) a vector, each of whose elements is a variate while polyspectrum is (mathematics) a higher-order spectrum of a multivariate stationary time series.

As nouns the difference between multivariate and polyspectrum

is that multivariate is (mathematics) a vector, each of whose elements is a variate while polyspectrum is (mathematics) a higher-order spectrum of a multivariate stationary time series.

As an adjective multivariate

is having or involving multiple variables.

As adjectives the difference between multivariate and nonmultivariate

is that multivariate is having or involving multiple variables while nonmultivariate is not multivariate.

As a noun multivariate

is (mathematics) a vector, each of whose elements is a variate.

Multivariate is a see also of megavariate.

As adjectives the difference between multivariate and megavariate

is that multivariate is having or involving multiple variables while megavariate is having very many variables.

As a noun multivariate

is (mathematics) a vector, each of whose elements is a variate.